Titlebook: Visualisierung in Mathematik, Technik und Kunst; Grundlagen und Anwen Andreas Dress,Gottfried J?ger Book 1999 Springer Fachmedien Wiesbaden

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J?rg R. J. Schirra,Thomas Strothottevide students of mathematics with a set of accessible, hands-on experiences with fractals and their underlying mathematical principles and characteristics. Another is to show how fractals connect to many different aspects of mathematics and how the study of fractals can bring these ideas together. A

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Herbert W. Frankely R. A. Earnshaw H. Jones 1 March 1990 Introduction Fractals and Chaos The word ‘fractal‘ was coined by Benoit Mandelbrot in the late 1970s, but objects now defined as fractal in form have been known to artists and mathematicians for centuries. Mandelbrot‘s definition-"a set whose Hausdorff dimensi

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Gabor Székelytial equations containing some material-dependent parameters. The relatively general validity of the formalism makes the study of fracture in this intermediate (or mesoscopic) range of length scales particularly attractive to statistical physicists. If the reader wants to know more about recent deve

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Günter Pomaskao a multidimensional phase space. The trajectories within this phase space of the system converge to a subspace which is the geometrical attractor for the system. We infer from this that our deforming model rock can be described by a set of deterministic laws. The dimension of this attractor is abou

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